Bond Moreno
06/25/2023 · Senior High School
The length of the green square is times the length of th quare rectangle. he width of the green square is times the width of th quare. he green square is enlarged
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It seems like your message got cut off, and I'm not entirely clear on what you're asking. However, I can help you with some general information about squares and rectangles, as well as how to calculate areas and dimensions when enlarging shapes.
1. **Understanding Squares and Rectangles**:
- A square has all four sides of equal length. If the length of a side of the square is \( s \), then the area \( A \) of the square is given by \( A = s^2 \).
- A rectangle has two pairs of equal sides. If the length is \( l \) and the width is \( w \), then the area \( A \) of the rectangle is given by \( A = l \times w \).
2. **Enlarging Shapes**:
- If you enlarge a square or rectangle by a certain factor, you multiply the dimensions by that factor. For example, if you enlarge a square with side length \( s \) by a factor of \( k \), the new side length will be \( ks \), and the new area will be \( (ks)^2 = k^2 s^2 \).
- Similarly, if you enlarge a rectangle with length \( l \) and width \( w \) by a factor of \( k \), the new dimensions will be \( kl \) and \( kw \), and the new area will be \( (kl) \times (kw) = k^2 lw \).
If you provide more specific details or clarify your question, I would be happy to assist you further!
Quick Answer
When a square or rectangle is enlarged, you multiply its dimensions by the enlargement factor to find the new area.
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